The easiest way is to transform this equation to intercept form of straight line.
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Intercept form of straight line:
where
is the x intercept - where the graph intersects the x axis, and
is the y intercept - where the graph intersects the y axis.
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Given that,



On comparing with
we get,
Hence, the graph shall cut the x axis and y axis at 20 and 10 respectively. This information is enough to plot the graph.
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Graph: Refer to the attachment.